View source: R/light_scatter.R
light_scatter | R Documentation |
This function prepares values for drawing a scatter plot of predicted values, responses, residuals, or SHAP values against a selected variable.
light_scatter(x, ...)
## Default S3 method:
light_scatter(x, ...)
## S3 method for class 'flashlight'
light_scatter(
x,
v,
data = x$data,
by = x$by,
type = c("predicted", "response", "residual", "shap"),
use_linkinv = TRUE,
n_max = 400,
seed = NULL,
...
)
## S3 method for class 'multiflashlight'
light_scatter(x, ...)
x |
An object of class "flashlight" or "multiflashlight". |
... |
Further arguments passed from or to other methods. |
v |
The variable name to be shown on the x-axis. |
data |
An optional |
by |
An optional vector of column names used to additionally group the results. |
type |
Type of the profile: Either "predicted", "response", "residual", or "shap". |
use_linkinv |
Should retransformation function be applied? Default is |
n_max |
Maximum number of data rows to select. Will be randomly picked from the relevant data. |
seed |
An integer random seed used for subsampling. |
An object of class "light_scatter" with the following elements:
data
: A tibble with results. Can be used to build fully customized
visualizations. Column names can be controlled by
options(flashlight.column_name)
.
by
: Same as input by
.
v
: The variable evaluated.
type
: Same as input type
. For information only.
light_scatter(default)
: Default method not implemented yet.
light_scatter(flashlight)
: Variable profile for a flashlight.
light_scatter(multiflashlight)
: light_scatter for a multiflashlight.
plot.light_scatter()
fit_a <- lm(Sepal.Length ~ . -Petal.Length, data = iris)
fit_b <- lm(Sepal.Length ~ ., data = iris)
fl_a <- flashlight(model = fit_a, label = "without Petal.Length")
fl_b <- flashlight(model = fit_b, label = "all")
fls <- multiflashlight(list(fl_a, fl_b), data = iris, y = "Sepal.Length")
pr <- light_scatter(fls, v = "Petal.Length")
plot(
light_scatter(fls, "Petal.Length", by = "Species", type = "residual"),
alpha = 0.2
)
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